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  1. Reconstituting Ersatzer Presentism.Daniel Padgett & T. Ryan Byerly - 2014 - Res Philosophica 91 (3):491-502.
    Presentists claim that only presently existing objects exist. One version of presentism is ersatzer presentism, according to which times are a kind of abstract object. Such a view is appealing because it affords the presentist an answer to the grounding objection—a potentially lethal objection to presentism. Despite this advantage, available versions of ersatzer presentism suffer from a heretofore unappreciated shortcoming: they cannot account for the truth of certain counterfactual claims about the past. We argue for this claim by considering two (...)
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  • Presentism and the grounding objection.Thomas M. Crisp - 2007 - Noûs 41 (1):90–109.
  • The Way Things Were.Ben Caplan & David Sanson - 2010 - Philosophy and Phenomenological Research 81 (1):24-39.
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  • Presentism and Truthmaking.Ben Caplan & David Sanson - 2011 - Philosophy Compass 6 (3):196-208.
    Three plausible views—Presentism, Truthmaking, and Independence—form an inconsistent triad. By Presentism, all being is present being. By Truthmaking, all truth supervenes on, and is explained in terms of, being. By Independence, some past truths do not supervene on, or are not explained in terms of, present being. We survey and assess some responses to this.
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  • Time travel, coinciding objects, and persistence.Cody Gilmore - 2007 - In Dean Zimmerman (ed.), Oxford Studies in Metaphysics: Volume 3. Clarendon Press. pp. 177-198.
    Existing puzzles about coinciding objects can be divided into two types, corresponding to the manner in which they bear upon the endurantism v. perdurantism debate. Puzzles of the first type, which involve temporary spatial co-location, can be solved simply by abandoning endurantism in favor of perdurantism, whereas those of the second type, which involve career-long spatial co-location, remain equally puzzling on both views. I show that the possibility of backward time travel would give rise to a new type of puzzle. (...)
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